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A man of parts one day brought up to me an objection in the following form: Let the straight line BA be cut in two equal parts at the point C, and the part CA at the point D, and the part DA at the point E, and so on to infinity; all the halves, BC, CD, DE, etc., together make the whole BA; therefore there must be a last half, since the straight line BA finishes at A. But this last half is absurd: for since it is a line, it will be possible again to cut it in two.
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